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Sample size determination for BCI studies: How many subjects and trials?
Summary
Researchers often neglect sample sizes in brain-computer interface (BCI) studies. This work introduces simulation-based sample size determination (SSD) for precise BCI accuracy estimation within budget constraints.
Area of Science:
- Neuroscience
- Biostatistics
- Human-Computer Interaction
Background:
- Reliability of statistical results in brain-computer interface (BCI) studies is heavily influenced by sample size and statistical power.
- These factors are frequently overlooked during the planning and reporting phases of BCI research.
- Classical power calculations are often unsuitable for the nested experimental designs common in BCI research.
Purpose of the Study:
- To introduce simulation-based sample size determination (SSD) as a methodology for planning BCI studies.
- To demonstrate how SSD can determine the required number of subjects and trials for precise BCI accuracy estimation.
- To address the constraint of limited budgets in BCI research sampling.
Main Methods:
- The paper proposes and details the methodology of simulation-based sample size determination (SSD).
- This approach is designed to overcome the limitations of classical power calculations in nested BCI designs.
- The method is illustrated with examples relevant to BCI accuracy estimation under budgetary constraints.
Main Results:
- The proposed simulation-based sample size determination (SSD) method provides a viable approach for planning BCI studies.
- It enables researchers to calculate the necessary sample sizes (subjects and trials) for achieving a desired precision in BCI accuracy estimates.
- The method is effective even when study budgets impose constraints on the amount of data that can be collected.
Conclusions:
- Simulation-based sample size determination (SSD) is a flexible and powerful tool for BCI research planning.
- This methodology ensures reliable statistical results by adequately addressing sample size and statistical power.
- The generalizability of the method allows its application across various experimental designs and statistical frameworks in BCI research.

